Department of Physics, University of Maryland, College Park, MD, USA.
National Tsinghua University, Hsinchu, Taiwan.
Nature. 2020 Sep;585(7825):368-371. doi: 10.1038/s41586-020-2687-9. Epub 2020 Sep 16.
The non-dissipative nonlinearity of Josephson junctions converts macroscopic superconducting circuits into artificial atoms, enabling some of the best-controlled qubits today. Three fundamental types of superconducting qubit are known, each reflecting a distinct behaviour of quantum fluctuations in a Cooper pair condensate: single-charge tunnelling (charge qubit), single-flux tunnelling (flux qubit) and phase oscillations (phase qubit or transmon). Yet, the dual nature of charge and flux suggests that circuit atoms must come in pairs. Here we introduce the missing superconducting qubit, 'blochnium', which exploits a coherent insulating response of a single Josephson junction that emerges from the extension of phase fluctuations beyond 2π (refs. ). Evidence for such an effect has been found in out-of-equilibrium direct-current transport through junctions connected to high-impedance leads, although a full consensus on the existence of extended phase fluctuations is so far absent. We shunt a weak junction with an extremely high inductance-the key technological innovation in our experiment-and measure the radiofrequency excitation spectrum as a function of external magnetic flux through the resulting loop. The insulating character of the junction is manifested by the vanishing flux sensitivity of the qubit transition between the ground state and the first excited state, which recovers rapidly for transitions to higher-energy states. The spectrum agrees with a duality mapping of blochnium onto a transmon, which replaces the external flux by the offset charge and introduces a new collective quasicharge variable instead of the superconducting phase. Our findings may motivate the exploration of macroscopic quantum dynamics in ultrahigh-impedance circuits, with potential applications in quantum computing and metrology.
约瑟夫森结的非耗散非线性将宏观超导电路转换为人工原子,使当今一些控制得最好的量子比特成为可能。已知有三种基本类型的超导量子比特,每种都反映了库珀对凝聚体中量子涨落的不同行为:单电荷隧穿(电荷量子比特)、单磁通隧穿(磁通量子比特)和相位振荡(相位量子比特或超导量子干涉仪)。然而,电荷和磁通的双重性质表明,电路原子必须成对出现。在这里,我们引入了缺失的超导量子比特“布洛赫姆”,它利用了单个约瑟夫森结的相干绝缘响应,这种响应源自相位涨落扩展超过 2π(参考文献)。尽管目前尚未就扩展相位涨落的存在达成完全共识,但已经在通过连接到高阻抗引线的结进行的非平衡直流传输中发现了这种效应的证据。我们用极高电感的弱结分流——这是我们实验中的关键技术创新——并测量了作为外部磁通通过结果环路的函数的射频激励谱。结的绝缘特性表现为量子比特在基态和第一激发态之间的跃迁的磁通灵敏度消失,而对于跃迁到更高能量态的跃迁,这种灵敏度会迅速恢复。该光谱与布洛赫姆对偶到超导量子干涉仪的对偶映射一致,该映射用偏移电荷代替外部磁通,并引入了一个新的集体准电荷变量,而不是超导相位。我们的发现可能会激发在超高阻抗电路中探索宏观量子动力学的兴趣,这在量子计算和计量学中有潜在的应用。